Master Thesis / Masterarbeit 2010

Das Wunderbare in der deutschsprachigen Rezeptliteratur des 15. Jahrhunderts, in: Stefanie Kreuzer und Uwe Durst (Hg.), Das Wunderbare. Dimensionen eines Phänomens in Kunst und Kultur (Traum – Wissen – Erzählen 3), Paderborn: Fink 2018, S. 233–250.

“Who were the Romans? Shifting Scripts of Romanness in Early Medieval Italy,” in Post-Roman Transitions. Christian and Barbarian Identities in the Early Medieval West, eds. Walter Pohl and Gerda Heydemann, Cultural Encounters in Late Antiquity and the Middle Ages 14

“Foreign Saints at Home in Eighth- and Ninth-century Rome. The Patrocinia of Diaconiae, Xenodochia and Greek Monasteries,” in Cuius patrocinio tota gaudet regio. Saints’ Cults and the Dynamics of Regional Cohesion, eds. S. Kuzmová, A. Marinković and T. Vedriš

“Saints for All Christendom: Naturalizing the Alexandrian Saints Cyrus and John in Seventh- to Thirteenth-Century Rome.” Dumbarton Oaks Papers 71 (2017): 337–366

This paper investigates the multiple impulses that contributed to the early medieval interest in Pope Damasus’s inscriptions. In part, Damasus’s verses were read as guides to Rome’s martyrial topography; in part, they served as models of a classicizing Christian style. Above all, the appeal of these verses derived from their association with…[Read more]

This article argues that Ferdinand Gregorovius (1821–91) in his popular but much critiqued Geschichte der Stadt Rom im Mittelalter challenged the ideals of an objective, dispassionate historiography advocated by the leading German historians of his generation. To do so it focuses on Gregorovius’s treatment of the city of Rome and its urban leg…[Read more]

“Hagiography as History and the Enigma of the Quattro Coronati,” Rivista di Archeologia Cristiana 93 (2017): 345–409

“Why Remember Ratchis? Medieval Monastic Memory and the Lombard Past,” Archivio Storico Italiano 177.1 (2019): 3–57

From Spanish and Portuguese travelers to Maupertuis, the problem of albinos, or ‘white Negroes’, as they would be called, has been an epitome of strangeness, a disturbing and/or marvelous appendix to human essence, and has often been instrumental to various definitions of identity. Some major historical and cultural episodes concerning the int…[Read more]

Descartes’ Regulae are the first text in which the idea of ​​a universal mathematics is put in connection with algebra. Young Descartes thinks of geometrical figures as a representation of algebraic procedures so as to guarantee its feasibility: i.e., an epistemological foundation of analysis. The young Leibniz starts from a similar problem. He…[Read more]

The role of insensible appetitions (similar to insensible perceptions, or petites perceptions) in Leibniz’s theory of appetite and will is sketched. Since such insensible appetitions are the medium of interaction, through the body, between the individual and the physical world, and the form in which, at a microscopic level, environmental…[Read more]

IL REALE E L’IMMAGINARIO. Critica dell’infinito e dell’infinitesimo. Continuo reale e ideale. La metafisica del calcolo. Immaginario e immaginazione. Bibliografia

The paper addresses the first phase in the reception of Leibniz’s Monadology, starting with Johann Christoph Gottsched’s dissertation of 1721, until the publication of the essays presented for the prize question on monads proposed by the Berlin Academy of Sciences 25 years later. A critical edition of Gottsched’s “Dubia circa monades L…[Read more]

Late medieval discourses on chivalry were heavily informed by the competitive structure of homosocial male groups. The discourse on heroism which characterizes large parts of late medieval chivalric writing can be viewed as a consequence of this structural predisposition to contest. Texts as e.g. Geoffroy de Charny’s “Livre de Chevalerie”, Olivier…[Read more]

METAFISICA E MATEMATICA. Continuo e discreto. L’ambiguità dell’attimo. Il principio di continuità. Forza viva e forza morta. Tra Platone e Democrito

L’INTERPRETAZIONE DEL CALCOLO. Il nuovo secolo. La ripresa delle ostilità. La giustificazione del calcolo infinitesimale. Tra sé e sé. Interpretazione e immaginario. Regole e princìpi

LE PRIME CONTROVERSIE. Quantità incomparabilmente piccole. Il primo contendente. La disputa con Nieuwentijt. Irrealtà dell’infinitesimo. Ultimi strascichi polemici

LA PUBBLICAZIONE DEL METODO. Un nuovo algoritmo. La scuola concorrente. Flussioni nel tempo e nello spazio

LA NASCITA DEL CALCOLO LEIBNIZIANO: La geometria degli indivisibili. Infiniti indivisibili attuali. Gli anni d’apprendistato di Leibniz. L’aritmetica degli infinit.i Verso l’analisi infinitesimale. Il triangolo caratteristico. La fondazione del calcolo